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Differential Equations Activities: more detail

Epileptiform Activity in Differential Equation Models of Neuronal Networks (Berichte Aus Der Physik) by Christian Hauptmann, 2000-10-12
Inverse Problems: Activities for Undergraduates (Classroom Resource Materials) by Charles W. Groetsch, 1999-12-02
Computing the Electrical Activity in the Heart (Monographs in Computational Science and Engineering) by Joakim Sundnes, Glenn Terje Lines, et all 2010-11-02
Computer Science Research Activities In Asia: Software Technology And Patents, Cim, Scientific Computation And Differential Equations, Computer And Mathmatics Modelling, And System Simulation by David K. Kahaner, 1993-09-30
Stochastic estimation in combined arms Lanchester modeling of warfare (Technical report / U.S. Army Materiel Systems Analysis Activity) by Herbert E Cohen, 1985
Methodology for stochastic modeling (Technical report / U.S. Army Materiel Systems Analysis Activity) by Herbert E Cohen, 1985
Ready-To-Use Vocabulary, Word Attack & Comprehension Activities: Fifth Grade Reading Level (Reading Skills Activities Library) by Henriette L. Allen, Walter B. Barbe, et all 1999-09

lists with details

Centre For Mathematical Modeling - Activities - Groups - Math. Biology
activities, of a unified Fourier transform method for the asymptotic analysis of a wide class of scalar or matrix differential equations with polynomial
http://www.swin.edu.au/cmm/activities/groups_mac.htm

Extractions: The main goal of our research is the development and the application of a unified Fourier transform method for the asymptotic analysis of a wide class of scalar or matrix differential equations with polynomial coefficients arising in spectral and scattering problems of mathematical physics. The method is based on the concept of the Strokes Structure, an algebraic structure generated by the differential equation. The principal idea of this method is to investigate the Strokes Structure as an independent object by finding and applying proper (adjusted) fourier transform to the Strokes Structure rather than to the original differential equation. The method consists of a chain of steps that can be realised algorithmically. Whereas the classical Fourier transform technique can be applied only for a very restrictive class of differential equations, the range of applications of this method is much wider. Pilot results obtained by this method show its power and great potential for various applications. Vladimir Gurarii
Speaking Invitations
SPEAKING INVITATIONS AND OTHER NOTABLE activities Professor Douglas Arnold was on Stable and Unstable Discretization of Partial differential equations .
http://www.math.umn.edu/arb/newsletter04/speaking_invite.html

Extractions: Professor Douglas Arnold was recently elected to a three-year term on the Council of the Society for Industrial and Applied Mathematics (SIAM), SIAM's main policy-making body. He is also a member of a number of scientific advisory boards. As many of our readers are aware, since September 2001, he is serving as the Director of the Institute for Mathematics and its Applications which is associated with our department. In October 2003, Professor Arnold was a ncm2 Distinguished Lecturer (ncm2 is the Network for Computing and Mathematical Modeling, a Canadian initiative based in Montreal). The title of his lecture was "From Exact Sequences to Colliding Black Holes: Differential Complexes in Numerical Analysis". In January 2004 he spoke at the Oxford University Colloquium on "Stable and Unstable Discretization of Partial Differential Equations".
Differential Equations With The TI-86
a Function From its Derivative A Graphical Approach (398 KB)* Biological Models with differential equations (364 KB)*. * For additional activities, see our
http://education.ti.com/us/product/book/86dif.html

Extractions: The TI-86 includes a differential equation graphing mode that allows students to augment traditional analytic solutions to differential equations with graphic and numeric solutions. We believe these graphic and numeric solutions will greatly enhance student understanding. Students can also use this graphing mode to model real-life problems and solve differential equations that would be very difficult to solve using only analytic methods. This technology provides student access to advanced topics in differential equations at a much earlier stage in the curriculum. Table of Contents View Sample Activity: Biological Models with Differential Equations (364 KB)* * For additional activities, see our Online Activity Subscriptions Top Table of Contents Activity 1: Recovering a Function From its Derivative: A Graphical Approach (398 KB)* Activity 2: Recovering a Function From its Derivative: A Numerical Approach Activity 3: Higher Order Differential Equations Activity 4: Projectile Motion Activity 5: Harmonic Motion Activity 6: Biological Models with Differential Equations (364 KB)* Activity 7: Nonlinear Pendulum Problems Activity 8: Numerical Methods and Series Activity 9: Space Trajectories Activity 10: Numerical Methods for Boundary Value Problems Appendix A: Appendix B: References Top About The Author RAY BARTON teaches mathematics at Olympus High School in Salt Lake City. He received Utah's Presidential Award for Excellence in Mathematics Teaching in 1995. Ray is an instructor for the Teachers Teaching With Technology (T
:: Ez2Find :: Differential Equations
differential equations at Glasgow Site Info - Translate - Open New Window The site describes research activities of the differential equations group in
http://ez2find.com/cgi-bin/directory/meta/search.pl/Science/Math/Differential_Eq

Extractions: Any Language English Afrikaans Arabic Bahasa Melayu Belarusian Bulgarian Catala Chinese Simplified Chinese Traditional Cymraeg Czech Dansk Deutsch Eesti Espanol Euskara Faroese Francais Frysk Galego Greek Hebrew Hrvatski Indonesia Islenska Italiano Japanese Korean Latvian Lietuviu Lingua Latina Magyar Netherlands Norsk Polska Portugues Romana Russian Shqip Slovensko Slovensky Srpski Suomi Svenska Thai Turkce Ukrainian Vietnamese Mode Guides Differential Equations Web Sites Analytic Solution for the Burgers Equation [Site Info] [Translate] [Open New Window] Provides the general analytic solution for the Burgers equation in the form of a 4-D commutative hypercomplex function. The solution exhibits the main dynamic features in a Burgers medium: propagation of disturbances, shock waves, propagating state change fronts, and solitons. A page is included to explain the hypercomplex mathematics. URL: http://home.usit.net/~cmdaven/burgers.htm
Reserch Activities Of Kenzi ODANI
Reserch activities of K. Odani. 5, The integration of polynomial Li?ard systems by elementary functions, differential equations and Dynamical Systems 5 (3/4
http://auemath.aichi-edu.ac.jp/~kodani/research.html

Extractions: Research Papers No Title of Article (Co-author) Journal Vol. (No.), Year, Pages Home Publisher View Algebraic solutions for Lotka-Volterra equations in preparation On the limit cycle of the Liénard equation Archivum Mathematicum (Brno) (1), 2000, pp. 2531. Home Masaryk Univ. (Czech) PDF On a Lotka-Volterra model which can be projected to a sphere (with T. Uno) Nonlinear Analysis (3), 1997, pp. 14051410. Home Pergamon, Elsevier Science (Netherlands) PDF The integration of polynomial Liénard systems by elementary functions Differential Equations and Dynamical Systems (3/4), 1997, pp. 347354. Research Square Publications (India) PDF Existence of exactly N periodic solutions for Liénard systems Funkcialaj Ekvacioj (2), 1996, pp. 217234. Home Division of Functional Equations, Mathematical Society of Japan PDF The limit cycle of the van der Pol equation is not algebraic Journal of Differential Equations (1), 1995, pp. 146152. Home Academic Press (USA) Generic homeomorphisms have the pseudo-orbit tracing property Proceedings of American Mathematical Society (1), 1990, pp. 281284
FIM - Adaptive Methods For Solving Differential Equations
Adaptive methods for solving differential equations. Rolf Rannacher, Universität Heidelberg, Deutschland Beginning Thursday, April
http://www.fim.math.ethz.ch/activities/eth_lectures/archive/ss2002/rannacher

Extractions: Room: HG G 43 (Hermann-Weyl-Zimmer) The lectures discuss "adaptivity" in solving differential equations by discretization with emphasis on Galerkin finite element methods. The key issues are "a posteriori error estimation" and "automatic mesh adaptation". Beside the traditional approach of "energy-error control" a new duality-based technique for "goal-oriented error estimation" will be discussed in detail. This method aims at economical computation of certain quantities of physical interest, which is typically required in the design cycles of technical applications. For example, the drag coefficient of a body immersed in a viscous flow is computed, then it is minimized by varying certain control parameters and finally the stability of the resulting flow is investigated by solving an eigenvalue problem. The goals of numerical simulation Approaches to a posteriori error estimation How to organize mesh adaptation?
Linear Differential Equations
Linear differential equations. Local 30. Scheduled activities, Lecture = 24, Tutorial = 6. Min Student Numbers, 20, Max Student Numbers, 60.
http://www.tech.port.ac.uk/tud/db/UnivPort/level_2/MTH209.htm

Extractions: Local Key Hemis Key Base Key Credit Points Lecturer Mr Barrie Davies Coordinator Mr Barrie Davies Delivery Mode Campus - Semesterised Release Status A Materials Normal Level Notional Study Hours Standard Hours Scheduled Activities Lecture = 24, Tutorial = 6. Min Student Numbers Max Student Numbers Prereq Named Postreq Named None Coreq Named None Excluded Combinations None Dependancies None Prereq Statement Students should have knowledge of elementary calculus. Ass Weight Exam Ass Weight Con Ass Weight Other This unit is about analytical methods of solving ordinary differential equations. To extend students' knowledge of ordinary differential equations, and introduce a range of analytical solution methods. On successful completion of this unit, students should be able, at threshold level, to: Solve ordinary differential equations in terms of complementary function plus particular integral. Solve ordinary differential equations in terms of series. Solve ordinary differential equations using Laplace transform methods. In-Class Test of 1 hour 15 minutes duration - open book, to cover learning outcome 3.
Events & Activities - PIMS U Of A
The initial approach would be to define the governing partial differential equations in each region. Transform these equations into Laplace Space.
http://pims.math.ualberta.ca/problem2description.htm

Extractions: This practical problem falls into the area of Boundary Value Problems and Mathematical Physics. It is a practical problem in the recovery of petroleum fluids from an oil reservoir using electrical energy. The geometry of the problem best fits the cylindrical coordinate system, as shown in the following Figure: Some assumptions: All fluid flow is laminar and incompressible, Field symmetry in the angular direction, The pipe is made from steel and has a thermal conductivity of 50.0 [W m o C The inductor heater is made from a material that has a thermal conductivity of 1.8 [W m o C Radial fluid velocity is initially uniform and radial into the wellbore. A non-linearity is introduced into the problem if the radial velocity is a function of temperature as follows (the velocity increases as the temperature increases): The zone of induced heat in the pipe extends from one end of the induction heater to the other.
FORTH / IACM
Computing Group targets its activities towards the development of numerical methods for the solution of partial differential equations with applications in
http://www.iacm.forth.gr/activities.html

Extractions: FORTH Institutes IACM Scientific and Research Interests The activities of the research groups of IACM are directed towards: Integrated computer environments for the solution of wave propagation and acoustic tomography problems in the sea. User-friendly environments for pre and post - processing of scientific computations. Development of integrated decision making tools and Geographical Information Systems (GIS) in regional planning problems. Development of simulation algorithms of the workings and properties of the human neural system and especially of the oculomotor system.
KemSU OnLine | Chairs | Mathematical Faculty | Chair Of Differential Equations
Educational activities of the Chair The Chair provides lectures and General differential equations (fulltime education, correspondence education);; Functional
http://mmedia2.kemsu.ru/chairs/mathematics/diff_equat.xsql.en

Extractions: The Chair was founded in 1978. Since the moment of opening the Chair its Head has been Professor Kucher N. A. The Chair specialization on Differential Equations is introduced with a view of training highly qualified multifunctional specialists able to solve both purely mathematical problems in the qualitative theory of differential equations and problems of the applied kind arising during simulation of different processes in mechanics of continua. Educational activities of the Chair
Wauu.DE: Science: Math: Differential Equations
http//www.mgnet.org/. Nonlinear differential equations at Glasgow The site describes research activities of the differential equations group in the mathematics
http://www.wauu.de/Science/Math/Differential_Equations/

Extractions: Provides the general analytic solution for the Burgers equation in the form of a 4-D commutative hypercomplex function. The solution exhibits the main dynamic features in a Burgers medium: propagation of disturbances, shock waves, propagating state change fronts, and solitons. A page is included to explain the hypercomplex mathematics.
Math4113DifferentialEquation.html
MATERIALS (Required Textbook) Elementary differential equations and Boundary following expositorydiscussion, demonstration, inquiry, and group activities.
http://arapaho.nsuok.edu/~linded/Dr. Linde/Math4113DifferentialEquations2.htm

Extractions: This course provides students an opportunity to develop their calculus skills in a more sophisticated setting than the first year calculus sequence. Students use differential equations to model physical phenomena, business applications, and applications in medicine and biology. The course is particularly useful to a student studying a physical science or mathematics. The student will see connections to a broad range of mathematics including complex functions, linear algebra, advanced calculus, topology, numerical analysis, special functions, and discrete mathematics.
Modelica Activities At PELAB
Partial differential equations in Modelica (Levon Saldamli). In Modelica, models are defined using equations and connections between components.
http://www.ida.liu.se/labs/pelab/modelica/index1.html

Extractions: Modelica - an object oriented modeling language. We participate in efforts of Modelica Association in language design. Visit the main site www.Modelica.org for latest Modelica documents, libraries, publications and meetings. Paper on object oriented aspects of Modelica language Paper Modelica Natural Semantics . The formal definition is used for compiler generation.
William E. Boyce,Richard C. DiPrima, Elementary Differential Equations And Bound
WILLIAM E. BOYCE,RICHARD C. DIPRIMA, ELEMENTARY differential equations AND BOUNDARY VALUE cost just £9.99 but each provides four exciting activities at two
http://www.reviewcentre.com/reviews30916.html

Extractions: William E. Boyce,Richard C. DiPrima, Elementary Differential Equations and Boundary Value Problems Login/Register List Your Site Tell a Friend Bookmark ... Cookery Books Search All Items Activity Holidays America Attractions Beauty Book Reviews Buying a car Car Accessories Car Reviews Caravans Careers Caribbean Catalogues City Breaks Computer Game Reviews Computer Hardware Computer Software Cruises Digital Camera Reviews DIY Drink Reviews DVD Players and Televisions Education Electrical Appliances Entertainment Reviews Far East and Asia Fashion Film Cameras Film Reviews Finance Reviews Food Reviews Gadgets Gardening Golf HiFi Reviews High Street Shop Reviews Holiday Reviews Insurance Internet Magazine Reviews Mobile Phone Reviews Motorcycles Motoring Music Reviews Musical Instrument Reviews Office Equipment Online Shop Reviews Parenting Pets Recreation Reference Restaurant Reviews Shooting Skiing Holidays Sports Equipment Reviews Toy Reviews Travel Services Utility Companies Water Sports
WE Boyce, Elementary Differential Equations And Boundary Value Problems 7e Cours
WE BOYCE, ELEMENTARY differential equations AND BOUNDARY VALUE PROBLEMS 7E COURSE ADVANTAGE cost just £9.99 but each provides four exciting activities at two
http://www.reviewcentre.com/reviews30928.html

Extractions: WE Boyce, Elementary Differential Equations and Boundary Value Problems 7e Course Advantage Edition +CD (Wse) Login/Register List Your Site Tell a Friend Bookmark ... Cookery Books Search All Items Activity Holidays America Attractions Beauty Book Reviews Buying a car Car Accessories Car Reviews Caravans Careers Caribbean Catalogues City Breaks Computer Game Reviews Computer Hardware Computer Software Cruises Digital Camera Reviews DIY Drink Reviews DVD Players and Televisions Education Electrical Appliances Entertainment Reviews Far East and Asia Fashion Film Cameras Film Reviews Finance Reviews Food Reviews Gadgets Gardening Golf HiFi Reviews High Street Shop Reviews Holiday Reviews Insurance Internet Magazine Reviews Mobile Phone Reviews Motorcycles Motoring Music Reviews Musical Instrument Reviews Office Equipment Online Shop Reviews Parenting Pets Recreation Reference Restaurant Reviews Shooting Skiing Holidays Sports Equipment Reviews Toy Reviews Travel Services Utility Companies Water Sports Book Reviews Magazine Reviews You are here : Welcome Books Book Reviews Compare Mathematic Books WE Boyce, Elementary Differential Equations and Boundary Value Problems 7e Course Advantage Edition +CD (Wse) WE BOYCE, ELEMENTARY DIFFERENTIAL EQUATIONS AND BOUNDARY VALUE PROBLEMS 7E COURSE ADVANTAGE EDITION +CD (WSE)
Scientific Activities
October 30November 04, The structure of amenable systems, BIRS. November 06-11, Functional differential equations , BIRS. Past activities.
http://www.pims.math.ca/science/activities-all.html

Extractions: Past Activities Current Activities Future Activities January 03-04 2nd PIMS-MITACS Crystal Growth Workshop, PIMS-UBC January 08-13 PIMS Graduate Weekend , UBC, SFU, UVic March 05 Biological Molecular Algorithms - A Mathematicians Perspective on Molecular Biology (Barry Merriman, UCLA) , Axa Pacific Lecture room, Harbour Centre, Vancouver March 13-17 Cohomogeneity One Manifolds with Positive Sectional , BIRS March 13-18 Interactions between model theory and geometry , BIRS March 13-27 Modular invariants and NIM-reps , BIRS March 18-20 Human Infant Speech Perception and Language Acquisition , BIRS March 20-25 Topology of Manifolds and Homotopy Theory , BIRS March 25-27 2-day Retreat on Mathematical Ecology and Evolution , BIRS March 27-28 Young Researchers' Forum in Mathematical and Statistical Sciences , University of Alberta March 27-April 01 Orthogonal Polynomials; Interdisciplinary Aspects , BIRS April 03-08 Model Reduction Problems and Matrix Methods , BIRS April 09-10 West Coast Optimization Meeting , University of Washington April 10-15 Analytic and Geometric Aspects of Stochastic Processes , BIRS April 15-17 PIMS PDF Meeting , BIRS April 17 Pacific Northwest Number Theory Seminar , Oregon State University April 17-22 BIRS Workshop in Creative Scientific Writing , BIRS April 17-22 Celestial Mechanics , BIRS April 22-24 Mathfair Workshop , BIRS April 24-29 Microeconometrics of Spatial and Grouped Data , BIRS May 01 The First Pacific Northwest Theory Day , Microsoft Research, Redmond, Washington
H. Amann's Editorial Activities
Editorial activities. Member of the following editorial boards Journals. Abstract and Applied Analysis (AAA); Advances in differential equations; Advances in
http://www.math.unizh.ch/amann/editorial_activities.html
Differential Equations Store
Groetsch (Author) (Paperback December 1999) Inverse Problems activities for Undergraduates on 10-5-2003, Theory of Ordinary differential equations by Earl E
http://www.mathbook.com/d/Differential_Equations/index2.htm

Extractions: This talking book comes with an interactive ''magic pen'' that works like a hand-held computer mouse pointer. Children can opt to turn the paper pages and listen to the story read with different voices for each character. Or they can interrupt the read-aloud session to play with the magic pen (permanently attached with a wire). They can point the pen tip to any word on a page and hear it pronounced, or touch a picture and hear a sound effect (such as ''Strike one!'' for the baseball bat). Very similar to the popular Living Books computer games, this 10-by-11-inch book is more portable than a home computer. Stories in this set include Lil's Loose Tooth, Richard Scarry's Best Word Book Ever, and Winnie the Pooh in A Sweet Good Morning. The set also includes a paper piano keyboard and map and human anatomy games. Gail Hudson
Scientific Activities: Mathematics
theory, several aspects of probability, and some applications of statistics, linear and nonlinear ordinary and partial differential equations, harmonic analysis
http://www.weizmann.ac.il/acadsec/Scientific_Activities/current/Mathematics.html

Extractions: Algebraic geometry: Study was continued on integration on p-adic analytic spaces. It was shown that every smooth p-adic analytic space can be provided with an algebra of locally analytic functions which includes all analytic ones, satisfies the uniqueness property, and contains local primitives of all closed one-forms with coefficients in the algebra. It was also shown that this algebra contains a full set of local solutions of any unipotent differential equation and, as a consequence, one constructs the parallel transport of the local solutions along a path. Automorphic forms: First, work was continued on the boundedness in vertical strips of L-functions that appear in constant terms of Eisenstein series; one question studied was whether the boundedness is really a product of complex function theory. Second, topics were explored about how Riemann's zeta function, and its generalizations, depends on Riemann's original ideas. Banach spaces: The geometry of finite and infinite dimensional normed spaces and maps between them is investigated, particularly the classification of Banach spaces under Lipschitz and uniform homeomorphisms, and under Lipschitz and uniform quotient maps. Some new tight isomorphic embedding results, particularly for finite dimensional subspaces of Lp, were obtained.
Graduate Study In Differential Equations And Applied Mathematics
These activities usually involve significant interaction with one or nonlinear analysis, functional analysis, probability, differential equations, graph theory
http://www.math.uiuc.edu/GraduateProgram/researchmath/graddiffeq.html

Extractions: The name "Applied Mathematics" covers a wide range of mathematical studies overlapping with many areas of mathematics. Dynamics is the study of processes that evolve in time. A differentiable dynamical system arises as the differentiable action of a Lie group on a manifold. Here a Lie group C acts on a manifold X as a homomorphism of C into the group of diffeomorphisms of X. In case C = R , the real numbers, the map R x X -> X induced by this action is called a flow. Differentiable flows define vector fields (as ordinary differential equations). Conversely, solutions of an ordinary differential equation may generate a (global) flow. In the study of dynamical systems as flows, one uses the qualitative theory of differential equations and differential topology. Discrete dynamical systems arise when C = Z, the integers. Here the iterates of a diffeomorphism of X define the orbit of a point x in X and one studies the orbit structure. Problems of research interest to the faculty here at Illinois include the study of particular dynamical systems which arise in control theory, celestial mechanics and nonlinear phenomena in physics. The study of differential equations by dynamical systems methods holds particular interest.

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